Epithelial Ion and Fluid Transport Flashcards
Why does water movement across epithelia matter
- body temperature regulation
- mucus movement (pathogen clearance from lung)
- renal fluid balance
- digestion and nutrient absorption
- reproduction
- diarrhoea (pathogen clearance from gut)
Daily oral fluid input
2L
Daily saliva fluid input
1.5L
Daily gastric juice fluid input
2.5L
Daily bile fluid input
0.5L
Daily pancreatic fluid input
1.5L
Daily intestinal fluid input
1L
Daily total fluid input
9L
How much fluid is lost in faeces
0.1L
How much fluid is recovered by the small intestine
7L
How much fluid is recovered by the large intestine
1.9L
Action of cholera
- inhibits fluid reabsorption in gut
- epithelial function was measured by checking how much fluid was in bucket
The transepithelial potential
- arises from ion movements
- ionic valency (z), concentration gradient (deltaCion), and ionic permeability (ease at which ion crosses membrane, Pion)
- ion movements are determined by fick’s law of diffusion
- to describe flux (J) over cell membrane, other terms are needed (Gion and Eion)
Fick’s Law of Diffusion
Movement of flux (Jion) (moles.sec-1.cm-2) = Pion - deltaCion
Problem with ficks law of diffusion
Pion is the product of the ion species and concentration gradient, and electrostatic attraction
What is Gion
the ionic conductance of the ion across the membrane (amperes) -> measure of ionic movement
What is Eion
the electrostatic diffusion potential (volts) -> measure of the size and direction of attracting forces
Transepithelial potential of potassium
- as K+ ions leave cell across chemical gradient, deltaCK diminishes
- diffusion potential (EK) increases to retain K+ in the cell
- inward/outward movement of K+ depends on the membrane permeability of K+ (PK, determined by number of pumps/channels/transporters) and is measured by movement of charge (GK)
- when EK.EK = PK.deltaCK, net flux of K+ = 0
- value of transepithelial membrane potential (Em) at which equilibrium is established is given by Nernst equation
Nernst Equation
- membrane potential at which equilibrium is established for a given ion
- Em = RT/zF ln(K[K+]o/[K+]i)
- Eion = 61log10([ion]o/[ion]i)